A remote village receives radio broadcasts from two radio stations, a news station and a music station. Of the listeners who are tuned to the news station, 60% will remain listening to the news after...


A remote village receives radio broadcasts from two radio stations, a news station and a music station. Of the listeners who are tuned to the news station, 60% will remain listening to the news after the station break that occurs each half<br>hour, while 40% will switch to the music station at the station break. Of the listeners who are tuned to the music station, 80% will switch to the news station at the station break, while 20% will remain listening to the music. Suppose<br>everyone is listening to the news at 8:15 A.M. Complete parts a and b.<br>a.<br>Find the steady-state vector for the Markov chain.<br>Find the steady-state vector for the Markov chain. Choose the correct answer below.<br>(Type integers or decimals rounded to three decimal places as needed.)<br>O A. q=<br>O B. q=<br>O c. q=<br>b. At some point late in the day, what fraction of the listeners will be listening to the news?<br>Late in the day % of the listeners will be listening to the news.<br>(Round to the nearest percent as needed.)<br>

Extracted text: A remote village receives radio broadcasts from two radio stations, a news station and a music station. Of the listeners who are tuned to the news station, 60% will remain listening to the news after the station break that occurs each half hour, while 40% will switch to the music station at the station break. Of the listeners who are tuned to the music station, 80% will switch to the news station at the station break, while 20% will remain listening to the music. Suppose everyone is listening to the news at 8:15 A.M. Complete parts a and b. a. Find the steady-state vector for the Markov chain. Find the steady-state vector for the Markov chain. Choose the correct answer below. (Type integers or decimals rounded to three decimal places as needed.) O A. q= O B. q= O c. q= b. At some point late in the day, what fraction of the listeners will be listening to the news? Late in the day % of the listeners will be listening to the news. (Round to the nearest percent as needed.)

Jun 09, 2022
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